80/51

Interval information

Ratio

80/51

Factorization

2⁴ × 3^-1 × 5 × 17^-1

[4 -1 1 0 0 0 -1⟩

Size in cents

779.4033¢

Name

diatismic minor sixth

17uy5, suyo 5th

[math]\displaystyle{ \text{A5}^{5}_{17} }[/math]

Special properties

11.9944

Weil height (log₂ max(n, d))

12.6439

33

Harmonic entropy
(Shannon, [math]\displaystyle{ \sqrt{nd} }[/math])

~4.21509 bits

80/51 is a 17-limit interval of about 779.5 cents. It falls short of the Pythagorean minor sixth (128/81) by a diatisma (136/135).

Approximation by edos

It is well approximated by 11 steps of 17edo (11\17).